Answer:
Dr Retained earnings $14,000
Cr Inventory $14,000
Explanation:
There is a need to make adjustment to the inventory . Therefore,
Adjusted inventory
= New method of $171,000 - Old method of $185,000
= $14,000 decrease
It is to be noted that a lower inventory will have high costs associated with goods sold hence reduces profit/net income for the previous year by $14,000.
Also, the net income reports to retained earnings account hence decreases retained earnings.
Having made the above adjustment, we can assume that the average cost method was used for 2020 books.
<span>Expected utility is calculated by multiplying the utility of each possible outcome by its probability and summing the products. So if Terri has a 25% chance of becoming disabled and purchases a policy then her expected utility is: (.25 x $20,000) + (.75 x $80,000) = $5,000 + $60,000 = $65,000. On the other hand, if Terri does not purchase a policy then her expected utility is (.25 x $0) + (.75 x $80,000) = $0 + $60,000 = $60,000.</span>
Answer:
Total production for the current period is expected to be 7420 units.
Explanation:
The current production should be enough to meet the required units needed for the desired ending inventory and the units needed to meet the current sales after adjusting for the opening inventory of units that is available. Thu,s the current production requirement will be,
Production = Closing Inventory + Sales - Opening Inventory
Production = 263 + 7500 - 343
Production = 7420 units
It is called A COST DRIVER. A cost driver refers to any factor that causes a change in the cost of an activity. Cost driver is used to assign overhead costs to the quantity of a particular goods that is manufactured. Example of a cost driver is direct labour hours input into a production operation.
Answer:
$ 317,000
Explanation:
Octuber Production: 200,000
Variable Overhead: $ 0.80 per unit
Fixed Overhead: $ 157,000
<u>Factory Overhead Budget for Octobe</u>r:
Octuber Production x Variable Overhead = <em>200,000 x 0.80 = 160,000</em>
Variable Overhead: <em>$ 160,000</em>
+
Fixed Overhead: <em> </em><em><u> $ 157,000</u></em><em> </em>
Total Overhead:<em> </em> <em> </em><em>$ 317,000</em><em> ( $ 160,000 + $ 157,000 ) </em>
